Embed_Part_4

Big Bang 2.0

The subatomic particles we reviewed in Part 3 are not groundbreaking discoveries; I didn’t have to create new particles or dimensions to make anything work. It was also while working with these forces that a relationship patterned emerged that I called inverse and opposite. One of the best ways to organize emergent characteristics is with an analytical key which is evident in my earlier work.

Original illustration of leptons when first applied to an analytical key.

An inverse and opposite control subroutine was what I needed to track each transformation. This was very exciting, as a luggage problem as I new a pretty hefty tool that was easier to carrier around.

Movie Clip: Joe Versus the Volcano, "Interesting luggage problem" scene.
Movie Clip: Joe Versus the Volcano, “Interesting luggage problem” scene.

An analytical key is not that difficult to create and used all the time to organize physical systems. As we saw with the particles and forces, the physical systems can help us understand the more quantum or statistical concepts.

Example of analytical key drawn in red.

What seemed to work in solving my luggage problem was applying a  logic program that was inspired by Wolframs’ mathematics and Asimov’s robots.

My experience with Stephen Wolfram started with buying his book in 2012, “A New Kind of Science.” At the time, I was studying geology and biology, both fields that organize complex systems with just a few parts. It’s a lofty goal to create sustainable systems that are also energy efficient with a few pieces but Wolfram showed it was possible. What were those small parts for an entire universe?

The work of Issac Asimov may have been science fiction, but his work relaid crucial computer program terms that described ways to control or stop rogue robots. I need to start and stop processes with logic and the Asimov understood how to do that. Putting both concepts together, I created a simple logic subroutine that could start and stop an analytical key implied by the words Halted and Causal Loop.


These described words that were inverse and the next task was to find a minor form to represent the opposite aspects. I chose the words fixed and process. If the major variations didn’t move, only these minor variations needed to oscillate to create diversity.

These two pairs give us four-easy pieces as a control subroutine. This works well with the geometry to identify or predicts when systems are closing or opening up.

The four easy pieces of an Analytical Key.
Oscillation of the Fixed and Process subroutine over Layers 0-7

Applying all four easy pieces, I needed to pick a starting point. As something does not normally come from nothing, I took on the challenge of experimenting with the idea of a zero-layer. What was a possible backdrop to an initializing process?

To create a mathematical foundation for a zero-layer, I turned to Georg Cantor’s Set Theory and the logic of an Empty Set. While the value of an empty set is zero, it exists and has an absolute value of one, a nice binary couplet. If an empty set had infinite potential to grow, it might be considered to have field-potential. All speculative, true, but this combo has a nice, inverted simplification of a point, ray, and vector. This was enough for me to include it with the sequence but it should be noted where it came from.

This kind of zero-layer I deducted would act like a singularity, albeit an empty unlimited potential. This logically works as a backdrop for two other known singularities that are considered to have the energy needed to create the universe was we know it: a black and white hole. Each object in Layer zero is a singularity, true but what could be represented is their potential. The ground work for the L1 singularities is set up and should be even be obvious.

If the reader has been able to follow all these pieces, there is now enough information to understand what is happening in the full illustration showing the visual geometric boot sequence. Since Layer 3 down was covered in the pervious part, the Analytical Key Layers 1-3

Illustration of Universe-creating boot sequence.

Layer Zero (L0)

Illustration of Black Hole transforming into White Holes.

A zero layer helps to set the stage and outline where the potentiality is in our universe. An Empty Singularity isn’t found in regular physics models and was added to balance this layer. An empty singularity is classified as a halted and fixed system.

The micro image included for this layer was inspired by the visualization for black holes transforming into white holes. The colorations were inverted to

Layer Zero of the analytical key.

As initializing singularities, the couplet is shown to be a casual loop, process and results in. It has been predicted that these two hold the potential of creating a universe’s Big Bang. It is not possible to see past his horizon and exploration is normally done with thought experiments and mathematical models.

Each of these singularities are extremes and gain nicknames because of what they represent. The empty singularity was called a dimensional Singularity, since that is the needed contribution and inverse in function to the other side of the key. Black holes are gravitational singularities and are considered opposite of White Holes, which are spatial extremes. This relationship is the zero layer that unfolds logically next for Layer 1.


Layer One (L1)

Black holes and white holes are singularities made famous by Albert Einstein and later, in their use in science fiction. Black holes emerged first out of a thought experiment on gravity and light but researchers did not gain evidence of their existence until 2022.

Layer One of the analytical key showing inverse relationship between Black and White Holes.

Massive central black holes, like our Sagittarius A, are believed to be crucial in reducing radiation in the entire galaxy that would otherwise denature proteins needed for organic life. They are considered common and can get quite massive.

The transformation that was outlined by Einstein was an inverse mathematical relationship – predicted from the underlying geometry, I would mention. I mentioned before a concept called “inverse and opposite, ” and it seemed to be a concept that mathematicians took for granted.

There exists some very massive black holes in our own universe so the measurements are unknown but eventually there is a tipping point. When the pressure at the center of a black hole reaches a certain level, it creates a white hole, a bridge to another dimension where the contents are released.


Layer Two (L2)

What goes into a black hole, comes out the white hole having undergone the most extreme stress. That means anything that could be concentrated was the most concentrated; anything that could be pressurized was the most pressurized.

Layer Two of the analytical key showing inverse relationship between Pure Dark and Pure Light Energy.

A parent group of singularities gives birth to a very powerful external movement that is consistent with layer two geometry. With no resistance from the empty singularity, the most concentrated and pressurized energy explodes in all directions, at speeds so fast we must measure in Planck’s.

What comes out are two categories of substances, one being electromagnetism that is known to concentrate into a level called ultra high energy gamma rays which I call Pure Light Energy. This is the level needed for additional particles to evolve meaning that the potential of life has arrived in the universe.

Inversely, what energy is being pressurized? This is where the Pure Dark Energy would be placed to balance the program. This object is labeled halted and fixed, similar to the empty singularity. Where electromagnetism can evolve with more energy, the inverse reproductive method is to self-replicate such as the Higgs Boson. Dark Energy would also be described by this logic sequence in some way. It isn’t clear if Dark Energy expansion is an emergent or direct force.

Up to this point, I have aligned a common theory of the Big Bang to the key so nothing is being invented to continue. With Pure Light Energy (causal loop, process), our universe has the energy potential to create particles and sooner than you might think.


Layer Three (L3)

The geometric logic for a layer three object is for a field, vector, or magnitude type object. We need two and they are named Dark and Light Fields. The particles that fit this description are the family of Leptons and wave-duality of electromagnetism, including the curved-flat variety that looks like a fuzzy, white ball.

Layer 3 of the analytical key showing relationship between Leptons and EM Energy.
Leptons organized into sub-key.

Leptons are the family of particles consiting of neutral and charged particles. These are branched out from the main line to show the patterns of three. There are three generations, the stable electrons and the much larger generations called Muon and Tau; all three have anti-particles. Of all six, only the electron is stable and only the left-handed electron and right-handed positron interact with the Higgs field.

The neutrally charged particles are known as neutrinos and are created along side the charged particles. It might seem like these particles are another set of six but neutrinos act a little differently. A neutrino and antineutrino change flavor in flight so there are only two truly different particles. The third neutral object shown is related to the logic of a sterile neutrino and considered to be how the neutrino-antineutrino are able to oscillate. I’ve seen neutrinos referred to as hot dark matter which might mean they have to return to that space to evolve.